Paper - NISCAIRnopr.niscair.res.in/bitstream/123456789/28503/1/ALIS 7(3... · 2014-04-22 · ai547 ai5492 ai6 a17 aiS aiSi dSti aiSiZ aiSi3 aiSi5 ai>!Z a'~n aiS4 aiS5 aiS92 aiS93

Paper J

CLASSIFICATION

OF LIBRARY CLASSIFICATION

The schedule for depth classification of lib-rary classification is given. It includes ex-tracts from the schedules for common matter,and energy isolates now in the process ofconstruction. The schedule is based on thestandards for library classification given inthe paper in this issue. It makes use of thedevices of telescoping arrays as well asfacets, wherever found necessary.

o INTRODUCTION

The policy adopted for the development. ofColon Classification is to maintain the alreadypublished basic volume uptodate. Its edition6 is just out. The schedules given in it arebelieved to be necessary and nearly sufficientto classify the macro-documents of today. Inother words, it is sufficient to classify thebooks in a general library and perhaps to alarge extent even those in a library specialis-ing in a particular subject. However, what ismicro thought today, ge rt irig embodied onlyin articles in periodicals, may sooner orlater, attract to itself whole books. There-fore, even this basic volume will have to beprogressively enriched with additional isolates.Apart from this, we do want even now manyadditional isolates to classify micro documents,ie articles in periodicals. Classifying suchdocuments is Called depth classification as

V 7 N 3 Sep 1960

S R RANGANATHAN

against basic classification. The first attemptto provide such detailed schedules was for theDepth Classification of Management. Thisschedule occurs in the Annals of libraryscience 1956, 3, 33_. The present article onthe depth classification of library classifica-tion is the second attempt of this kind.

01 Postulational Approach

To make classification, particularly depthclassification, less ardous, the method ofpostulational approach is being developed bythe Indian School since 1956. In the course ofapplying that method, it has been found that newisolates are frequently needed for commonenergy isolates, common matter isolates orproperty and value isolates, and commonpersonality isolates.

It has been estimated that many of the newlyemerging micro documents can be classifiedif these depth schedules are worked out oncefor all. Apart from this, it has been foundthat special energy isolates suited to particularsubjects are not likely to be many. On theother hand special personality isolates arebound to crop up continuously from time totime.

65

JOZ RANGANATHAN

02 Seminal Schedules

Ideally, even special seminal personalityisolates needed for future work can be madeto depend upon a few systematic and seminalmnemonics. But we know that literary war-rant, existing today and anticipated in theimmediate future, requires certain oft-recur-ring special personality isolates. It is, there-fore, a convenience to have an explicit sche-dule of them. The second round, first level,personality isolates in articles on libraryclassification belong to this category. Thatis why this paper attempts to construct aschedule of them. It is hoped that this willshow the way to construct similar depthschedules for library cataloguing, referenceservice, book selection, library administra-tion and other divisions of library science.

a1aHaH1aH2aH7aH8a12a121a122a123a124a125a13a133a134a14a141a143a1431a1432a144

66

1 SCHEDULE

2:51 Library Classification

(Host Class)

Common Isolates

Common [p] Isolates

LawGeneralInterpretationImpartialityParsimonyLocal variationFundamentalFirstSecondThirdFourthFifthDerivedEmpiricalDeducedCanons (to implement a11 to a13)ClassicsFor filiatory sequenceSubordinate classesCo-ordinate classesFor arrays

a1441a1443a1444a145a1451a1452a146a1461a1462a1463a1464a147a1471a1472a1473a1474a1475a14751a14752a14753a1476a14761a1481a1482a1491a149Ha14912a14913a14914a14914a14916a14917a15a1511a1512a152a1521a1522a1523a1524a1525a1528a154

a1541a1542a1543a1544a15441a15442a15443a15444a1545a1546

Exha us ti vene s sHelpful sequenceConsistent sequenceFor chainDecreasing extensionModulationFor termsCurrencyReticenceEnumerationContextFor notationHospitality in arrayHospitality in chainRelativityExpressivenessMnemonicsVerbal mnemonicsScheduled mnemonicsSeminal mnemonic sMixed notationPure notationBook numberCollection numberCharacteristicsDifferentiationConcomitanceRelevanceAscertainabilityPermanenceRelevant sequenceConsistencyPrinciples (to implement aH to a14)Increasing concretenessIncreasing artificialityFor sequence of facetsFirst facetCow-CalfActand-Action-Actor- ToolWall-PictureWhole _Or gan s Con s tituentInversion (for facet formulae)For sequence of enumerated isolates

(Systematic mnemonics)Increasing quantityLater -in-evolutionLater -in- timeSpatial contiguityAway -f r ornvpo ai ti onLeft to rightBottom to topClock-wiseInc r e a s in g complexityCanonical sequence

An lib sc

ai547ai5492ai6a17aiSaiSidStiaiSiZaiSi3aiSi5ai>!Za'~naiS4aiS5aiS92aiS93aiS94ay

aa1a11a45a61a66a73a76asaA1aA6aB1aB13aB15aB16aC4

aC5aC6aDiaDZaEiaEi6aE3aE36aF

aF1aFZaFZ1aF2.5aF2.7aF2S

CLASSIFICATION OF LIBRARY CLASSIFICATION

Literary warrantAlphabetical sequencePostulatesRulesDevicesNumericalInterpolationOctaveGroupDecimal fractionAlphabeticalChronologicalGeographicalPacket (Subject device)FacetSuper _impositionPhaseProblems

aF3aF4aF6

b31b316b33a336b34b346b35b356b36b366b72.b72.6b73

p1p16p4p46Common [M] Isolates

GeneralAccuracyToleranceSeparabilityDefinedUndefinedPurityHeterogeneitylnvarianceUniquenessNo nvu niquenes sSu b c o r d in at en e s sModulationCo c ordi nat erie s sCollateralnessCoris ist enc yHelpfulnessFiliatorine s sExhaustivenes sExclusivenessCo-extensivenessNon c c o ext.en s ive ne s sExpressivenessNon_expressivenessHospitality

ClosednessOpennessRightLeftAboveBelow

r1ri6ri7r5r56

s25s256s43s436s44s446s735s7356s7&

p3p4p41p42p7

111

V 7 N 3 Sep 1960

J1

Interpolatabili tyRigidityCapacity

CommutativenessNonc.c o rn m ut at iv en e s sDis tr ibutiv ene s sNon-distributivenes sTransitivenessNon -t r an s it iv e ne s sR eversibilityNon-rever sibilityReciprocityNon-reciprocityStabilityInstabilityDynamism

Pr onou nc ibi l icyNon-pronouncibilityMeaningfulnessMeaningles snes s

LogicalnessIllogicalnessNon-logicalnessAestheticUnaesthetic

V'i sib i l i tyNon-visibilityMemorisabilityNo n c m e mo r is abilityRational-nessIr r ational- nes sEfficiencyInefficiencyV ers atility

Common [E] Isolates

T r ansfo rm ationInt erpretationAs a wholeSt ep , by - stepComposition

Special Isolates

Foci in the further Arrays of [ZP](That is, after Array of Order 1)

ClassHost

67

J1 RANGANATHAN

111 Favoured 23B Public time12 Basic 23C Private time121 Main 2~E Era122 Canonical 23F Unit13 Compound 24 Space131 Order l' 241 Level 1132 Order 2 242 Level 2

Extend by (00) Extend by (00)

14 Complex 24B Subject division141 Order 1 24C Orientation division142 Order 2 24E Sea-board division

Extend by (00) 24P Linguistic division24V Political division24V1 Ne o c sove r ef gn division

15 Phase24V4 Empire division

151 First24V8 Administrative division

152 Second25 Energy

Extend by (00) 251 Round 1252 Round 2

16 Phase relation Extend by (00)

161 General162 Bias163 Comparison 26 Matter164 Difference 261 Round 1166 Influencing 2611 Level 117 Quasi Class 2612 Level 2

177 Classic Extend by (OD)181 New Class184 Defunct class185 T r ansferr ed c l a s s 262 Round 2191 Order of class 2621 Level 11911 First 2622 Level 21912 Second

Extend by (00)Extend by (00)

Extend Round similarly by (00)

2 Facet 27 Personality21 Basic Divide like215 Specials and systems216 Specials ·26 Matter"

217 Systems2171 Favoured 28 Facet formula22 Fundamental categories 281 Vacant facet221 Round 282 Absent fac et222 Level23 Time

283 Diffuse facet

231 Level 1284 By number of foci

232 Level 22841 Unifocal facet2842 Bifoc al f ac et

Extend by (00) Extent by (00)

68 An lib sc

286287288289228932894

331315316317323333333434343344345346347351352353353135323534354

355

CLASSIFIC ATION OF LIBRAR Y CLASSIFICATION

Optional facetTelescoped facetTelescoping pointDifferential facetDifferentiating facetDifferentiated facet

3863873913933973981398439853991

Isolate ideaSpecialEnergyMatterPersonalityCommonAnteriorisingAfter time facetAfter space facetPosteriorisingTimeSpaceEnergyMatterPersonalityIntegralDi sjunc tiveSuperimposedOrder 1Order 2EnvironmentComplex

Divide like

41

42421422423

43434

"14 Co mp Iex "

Intra-facet phase

Divide like

435

1115 Phase"

356 Intra-facet relation

Divide like

43644

441

361 Subordinate362 Co-ordinate363 Collateral38 By device381 Enumeration382 Alphabetical383 Chronological384 Geographical385 Subject

"16 Phase relation 11442

443

4444748

551511

V 7 N 3 Sep 1960

J1

Scheduled mnemonicsSeminal mnemonic sFavouredFusedQuasiNewDefunctTransferredOrder of isolate idea

Divide like

"191 Order of class"

Order of array

Divide like

"191 Order of class"

Truncated isolateOrder 1Order 2Order 3

Divide by (OD)

Array isolateComplex

Divide like

"14 Complex class"

Int r a c a r r ay phase

Divide like

"15 Phase"

Int r a c ar r ay relationZone

Zone 1 (Common isolates byenumeration)

Zone 2 (special isolates byenumeration)

Zone 3 (special isolates bydevice)

Zone 4 (common isolates by device)Telescoped arrayTelescoping po int

ChainLinkFirst

69

J1 RANGANATHAN

UpperLowerLastFalseFusedSoughtUnsoughtMissingChain with gapTermSubject

Divide like

"1 Class'

using "Subject" in the place of "Class"

5125135185415435445455945941661

63 Isolate term

Divide like

"1 Isolate"

using "isolate term" in place

of "Isolate idea"

643 Array isolate term

Divide like

691695696697698698777171671772

73

70

"43 Arr ay is ol at e "

Natural languageJargonComposite termFundamental termSemantic levelB'r e ak c ev en pointNumberCall numberAbsoluteRelationClass number

Divide like

"1 Class"

Isolate number

Divide like

"3 Isolate"

74 Array isolate number

Divide like

"4 Array"

with the omission of

"44 Array isolate"

and the digit "3" in

"434", "435", and "4~6"

75 Chain isolate numberDivide like

7777017177277377477577677778877917792

17A

77B77BK17C77J17M17R

7878178117812781778278227824783

"5 Chain"

Book numberFacetsLanguageFormYearAccessionVolumeSupplementCriticismCopyFavouredAuthor

Telescoping Point

Systems

Divide by (AD)

Illustrative

BiscoeBrownCutterJastMerrillRanganathan

Collection numberBy sizeOversizeMiniaturePamphletBy physiqueWeakWorn-outBy access

An lib sc

783678377857851785278537857787

789179179279217922

792379247926792779379317932793379331793327934793779387977970797179727973797479757987981798288182839191191691792921

CLASSIFICATION OF LIBRARY CLASSIFICATION

922 Alphabetical923 Chronological924 Geographical925 Helpful926 Filiatory

Tele scoping Point 1

Closed accessOpen access

By usePrimarySecondaryTertiaryReading roomBy department

Divide by (SD) 9A9B9D9F9F29F39F69FC9FJ9FJ69FL9FM9FM39FM59FM69G9K9L9M9V9W9X

FavouredDigitBy·speciesNumeralLetter

Divide by script

BracketVinculumVertical strokePuntuation markBy functionSubstantiveSignificantFuser

ConnectorIndicatorOctaviserBy valueCardinalOrdinalAbsoluteRationalIntegerDec irn al fractionBy structureMonolithicFacetedScheduleSingleMultipleAuxiliaryPlanes of workIdeaVerbalNotationalSequenceAccession

9 ( )

SpecialsFinite universeInfinite universeKnowledgeDichotomicTric hotomicSerialAristotleBaconHobbesKantHegelAmpereCompteSpenserMac ro thoughtMicro thoughtBookManuscriptArchivesInscriptionsMaterials

Particular subjectDivide by (SD)

Illustrative

9(2) Library Science9(2:51) Library Classification9(B) Mathematics9(B2) Algebra

9{0111,2J64,z)

9{XZ)

Shakespeare'sworks

Management

Telescoping Point 2

A SystemAi Enumer ativeA3 An a.lvt ic o c s yrit h et.i.cA4 Speci,al (improvised for a

particular subj ect )

Divide by (SD)

V 7 N 3 Sep 1960 71

A4(SZ)A4(Y)A4(Z)A5A6A8

MM7M9M91NNON3N33N5

2:51, a1852:5116, a:g

2:512172:512222:51222-44

2:5132

72

RANGANATHAN

Illustrative

For social sciencesFor sociologyFor lawUniversalSelf _perpetuatingAbstract

2:513534

2:51356

2:51442:514422:5144212:51443

Special systems by

Illustrative

(CD) 2:51A3:g

2:51A3, a16

BrunetDecimalUniversal DecimalExpansiveCongressSubjectColonBibliographicFarradane

2:51A6

2:51 A82:51A80a2:97

2:51M90mN3,9(Jm)

2:51M9:g(R13 )2:51M9,9(2):g

2 EXAMPLES 2:51N30mN33

2:51N3,9(I)Ov(J)Packet notationPhase relation and specific 2 :51N3, 9 (J:1)

vs. general principles.Classification of systems 2:51N3,9(XZ):gLevel and its problemsLevel concept and zone 2:51N5

analysis.Common isolate

Classification of environ-mented entity

Phase and intra-facetrelations

Zones in arraysZones in arrays of order 2First octavesOrganization of notation in

zone 3Optional facets and auto-

nomy for classifiersPostulational approach to

faceted classificationSelf perpetuating classi-

ficationAbstract classificationDocumentation work and

abstract classificationComparison of CC and

UDC. Agriculturalpe riodic al s

Dialectic s of UDCCritique of UDC. Library

science.Bliss and Colon Classi-

ficationAgriculture. Species and

cultivar.Soil: is it 'Energy' or

IMatter' or IPersonality'?Some problems of a mana-

gement classificationScientific theory of classi-

fication and indexing andits practical application

An lib sc

INDEX

(CP!)(2P)

Common personality i so i at eSecond round personality

(CEl)(CMr)

Absent facet (2P) 282Absolute

number (2P) 716value (2P) 7972

AccessCollection nurnb e r by (ZP) 783

Accessionnumber (2P) 774sequence (2P) 921

Accuracy (C M!) a IAc tand c Ac tio n-Ac tor -Tool

principle (CPr) a1523Administrative division (2P) 24V8Aesthetic (C Mr) r5Alphabetic device (C'Pl] a182Alphabeticaldevice

Is oIat e by (2P) 382sequence (2P) 922

Principle of (CPr) a15492Ampere (2P) 9FM3Anal ytico - synthetic

classification (2P) A3Anteriorising

common isolate (2P) 33after space facet (2P) 334after time facet (2P) 333

Archives (2P) 9VAristotle (2P) 9FCArray

Canon for (CP!) a144Hospitality in

Canon of (CP!) a1471isolate (2P) 43

nurnoe r (2P) 74term (2P) 643

ArtificialityIncreasing

Principle of (CP!) a1512Ascertainability

Canon of (CPr) a14914Author number (2P) 7792Auxiliary schedule (2P) 83Aw a y -f r o rn -position

principle (Cpr) a15441

Bacon (2P) 9F JBasic

class (2P) 12facet (2P) 21

Bias phase relation (2P) 162Bifocal facet (2P) 2842Biscoe system (2P) 77BBook (2P) 9L

number (2P) 77Canon of (CP!) a1481

Bottom to top principle (CP!) a15443Bracket (2P) 7923Br e ak i even point (2P) 6987Brown system (2P) 77BK

Call Number (2PI 71

V 7 N 3 Sep 1960

Canon (CP!) a14for

arrays (Cpr) a144chain (CPr) a145characteristics (CP!) a1491classics (CP!) a141mnemonics (CPr) ai475notation (CP!) a147terms (CPr) a146

Canonicalclass (2P) 122sequence

Principle of (Cpr) a1546Capacity (CMI) aF6Cardinal value (2P) 7970Chain (2P) 5

Canons for (CPr) a145Hospitality in

Canon of (CP!) a1472isolate number (2P) 75with gap (2P) 5941

CharacteristicsCanon for (Cpr) a1491

Chronologicaldevice (CP!) a183

Isolate by (2P) 383sequence (2P) 923

Class (2P) 1Basic (2P) 12Canonical (2P) 122Complex (2P) 14Compound (2P) 13Host (2P) 11Main (2P) 121New (2P) 181number (2P) 72Order of (2P) 191Quasi (2P)17

Classic (2P) 177Canon of (CPr) a141

Clock_wise principle (Cpr) a15344Closed access (2P) 7836Closedness (CMl) AF1ce,

extensiveness (C MI) aE1ordinateclasses

Canon of (CPr) a1432isolate (2P) 362

ordinateness (CM!) aB15Collateral isolate (2P) 363Collateralness (CM!) aB16Collection number (2P) 78

Canon of (CPr) a1482Common

isolate (2P) 32personality isolate

problems (CPI) ayCommutativeness (CMI) b31Comparison phase relation (2P) 163Complex

array isolate (ZP) 434

Co mrno n energy i so l at eCommon matter isolate

class (2P) 14Fiut order (2P) 141Second Order (2P) 14Z

isolate (ZP) 354Complexity

IncreasingPrinciple of (Cpr) a1545

Composite term (2P) 696Composition (CE!) p7Compound class (ZP) 13

First order (ZP) 131Second order (2P) 132

ConcomitanceCanon of (CPr) a14912

ConcretenessInc r ea ai ng

Principle (CP!) a1511Connector digit (2P) 7934Consistent sequence

Canon of (CPr) a1444Consistency (CMI) aC4

Canon of (CP!) a15917Context

Canon of (CPr) a1464Copy number (2P) 788Cow -calf principle (CPr) a1522Criticism number (2P) 777Currency

Canon of (CPr) a1461Cutter system (2P) 77C

Decimal fraction (2P) 7975device (CP!) a 1815

Dec r e as ing extensionCanon of (CPr) a1451

Deduced law (CPr) a134Defined (C MI) a61Defunct

class (lP) 184isolate (ZP) 3984

DepartmentCollection number by (2P) 787

Derived law (CPr) aUDevice (C Pr) a18

Alphabetic (CP!) a182Chronological (Cpr) a183Decimal fraction (CP!) a181<;Facet (CP!) a1892Geographical (CPI) a184Group (Cpr) a1813Interpolation C(P!) a1811Numerical (CPr) a181Octave (CP!) a1812Packet (CP!) a185Phase (CPr) a1894Subject (CPr) a185Super-imposition (CPI) a1893

Dichotomic knowledge (2P) 9F2Difference phase relation (ZP) 164Differential facet (2P) 2892Diffe r enri ated facet (2P) 2894Differentiating facet (2P) 2893

73

Index

DifferentiationCanon of (CPI) a149H

Diffuse facet (2P) 283Digit (2P) 791Disjunctive isolate (2P) 452Distributiveness (CMI) b33Dynamism (CMI) b73

Efficiency (CMI) s735Empil"e division (2P) 24V4Empirical law (CPI) a133Energy

facet (2P) 25First round (2P) 251Second round (2P) 252

isolate (2P) 315Posteriorising (ZP) 345

EnumerationIsolate by (2P) 381

Enumerative classification (2P) A1Environment isolate (2P) 3534Era (2P) 23EExclusiveness (CM!) aDZExhaustiveness (C MI) aD1

Canon of (CPI) a1441Expressiveness (C MI) aE3

Facet (2P) ZAbsent (ZP) 282Basic (2P) 21device (CP!) a1892Energy (2P) 25Favoured (2P) 21 71formula (2P) 28

Inversion of (CPO a15Z8Fundamental cateogry (2P) 22Matter (ZP) 26number (2P) 770Personality (ZP) 27Sequence of (CPI) a152Space (2P) Z4Time (2P) 23

Faceted (2P) 7982False link (ZP) 541Favoured (2P) 7891

class (2P) 11 1device

Isolate by (ZP) 391facet (ZP) 2171number (ZP) 7791

Fifth fundamental law (CPI) a125Filiatoriness (C MI) aC6Filiatory sqeuence (2P) 926

Canon for (CPI) a143Finite universe (ZP) 9BFirst

facet principle (CPO ai521fundamental law (CPI) aU1link (2P) 511

Form number (2P) 772Fourth fundamental law (CPO a124Function

Numbe r by (2P) 793Fundamental

categor ie1 (ZP) 22law (CPI) aU

Fifth (C PI) a125First (CPI) a121Fourth (CPI) aU4

74

RANGANATHAN

Second (CpO aP:'Third (CPI) a123

term (ZP) 697Fused

isolate (2P) 393link (2P) 543

Fuser digit (ZP) 7933

General phase relation (2P) 161Geographical

device (CPI) a184Isolate by (2P) 384

sequence (2P) 9Z4Group device (CPO a1813

Hegel (2P) 9FMHelpful sequence (ZP) 925

Canon of (CpO a1443Helpfulness (CMI) aC5Heterogenity (CM!) a76Hobbes (ZP) 9F J6Hospitality (C Ml) aF

inarray

Canon of (CPI) a1471chain

Canon of (CPI) a1472Host class (ZP) 11

Idea plane (ZP) 911Tlloj(icallness (CM!) ri6Impartiality

Lawof (CP!) a112Increasing

artificialityPrinciple of (CPO a1512

complexityPrinciple of (CPO a1545

concretenessPrinciple of (CPI) a1511

quantityPrinciple of (CPI) a1541

Indicator digit (ZP) 7937Inefficiency (CMI) s7356Infinite universe (2P) 9DInfluencing phase relation (2P) 166Inscriptions (ZP) 9WInstability (CMI) b726Integer (ZP) 7974Integral isolate (ZP) 351Interpolatability (CMIl aF3Interpolation device (CPI) a18UInterpretation (CEI) p4

As a whole (CEl) p41Lawof (CPI) a111Step_by_step (CEI) p42

Intra -array

phase isolate (2P) 435relation isolate (2P) 436

facet phase isolate (ZP) 355Invariance (CMI) a8Inversion

Principle of (CPI) a15Z8Irrational-ness (C MI) s446Isolate (ZP) 3

Anteriorising (ZP) 33by devices (ZP) 38Collateral (2P) 363

Common (ZP) 3ZComplex (ZP) 354Coordinate (2P) 36ZDisjunctive (ZP) 35ZEnvironment (2P) 3534Integral (ZP) 351number (2P) 73Posteriori sing (2P) 34Special (2P) 31Subordinate (2P) 361Super-imposed (2P) 353term (2P) 63

Jargon (2P) 695Jast system (2P) 77 J

Kant (2P) 9F LKnowledge (2P) 9F

Dichotonic (2P) 9F2Trichomotic (2P) 9F3

Language number (ZP) 771Last link (2P) 518Late r c in,

evolution principle (e PI) a154Ztime principle (CPO a1543

Law (CPI) atDeduced (CPI) a134Derived (CPI) a13Empireal (CPI) a133Fundamental (CPI) a1ZGeneral (CPr) aH

Left to right principle (CPI) ai544ZLetter digit (2P) 7922Level (2P) 222Linguistic division (ZP) Z4PLink (2P) 51

Flase (2P) 541First (2P) 511Fused (2P) 543Last (2P) 543Lower (2P) 518Missing (2P) 594Sought (2P) 54Unsought (2P) 544Upper (2P) 512

Literary warrantPrinciple of (CPI) a1547

Local variationLawof (CPI) a118

Logicalness (CMI) r1Lowerlink (2P)513

Macro thought (2P) 9GMain class (2P) H1Manuscript (ZP) 9MMaterials (2P) 9XMatter

facet (2P) 26Round 1 (2P) 261

level 1 (2P) 2611level 2 (2P) 2612

Round 2 (ZP) 262level 1 (2P) 2621level (2P) 2622

isolate (2P) 316Posteriorising (2P) 346

Meaningfullness (CMr) p4

An lib $C

Meaninglessness \CMI) p4bMemorisability (CM!) s43Merrill system (ZP) 77MMicro thought (ZP) 9KMiniature collection number (ZP) 781ZMissing link (2P) 594Mixed Notation

Canon of (CPr) a1476Mnemonics

Canon for (CP!) a1475Modulation (CM!) aB13

Canon of (CPI) a145ZMonolithic (ZP) 7921Multiple schedule (2P) 8Z

Naturallanguage (ZP) 691Neoc s ove r ei gn division (ZP) Z4V1New

class (ZP) 181isolate (ZP) 3981

Non-coextensiveness (CM!) aE16commutativeness (C MI) b316distributiveness (C MI) b336expressiveness (CM!) AE36logicalness (CMI) r17mernorisability (CM!) s436pronouncibility (C MIl p16reciprocity (CM!) b366reversibility (CM!) b356transitiveness (CMl) b346uniqueness (CM!) aA6visibility (C Mr) a256

NotationCanon for (CP!) a147

Notational plane (2P) 917Number (ZP) 7

Array isolate (2P) 74Book (2P) 77Call (ZP) 71Chain isolate (ZP) 75Class (ZP) rzCollection (ZP) 78Facet (ZP) 770Isolate (2P) 73of foci (2P) Z84

Numeral (ZP) 7921Numerical device (CPO a181

Octave device (CPI) a1812Oc tav is e r digit (ZP) 7938Open access (ZP) 7837Openness (C M!) aFZ

Above (CMI) aFZ7Below (CM!) aFZ8Left (CM!) aFZ5Right (CMJ) aFZ1

Optional facet (2P) 2842Order of

class (ZP) 191First (ZP) 1911Second (ZP) 191Z

isolate idea (ZP) 3991Ordinal value (ZP) 7971Orientation division (2P) Z4COver size

Collection number (ZP) 7811

Packet device (CPO a185

V 7 N 3 Sep 1960

CLASSIFICATION OF LIBRARY CLASSIFICATION

Pamphlet collection number (ZP) 7817Parsimony

Law of (CPI) aH 7Permanence

Canon of (CPr) 14915Personality

facet (2P) 27isolate (2P) 317

Posteriori sing (ZP) 347Phase (Z) 15

device (CP!) a1894First (ZP) 15relation (2P) 16Second (ZP) 152

PhysiqueCollection number by (ZP) 782

Plane of work (2P) 91Idea (ZP) 911Notational (ZP) 917Verbal (ZP) .916

Political division (ZP) 24VPosteriorising common isolate (2P) 34

Energy (ZP) 345Matter (ZP) 346Personality (ZP) 347Space (ZP) 344Time (ZP) 343

Postulates (CPr) a16Primary collection (ZP) 7851Principle (CP!) a15

Actand.Action .Actor_Tool (CPr) a15ZAlphabetical sequence (CPI) a15492Cow- c alf (C PI) a15ZZGeneral (CPO a151Increasing

artificiality (CPr) a1512complexity (CPr) a1545concreteness (CPO a1511quantity (CPr) a1541

Inversion of facetformula (CPr) a15Z8

Late r c in ,evolution (C Pr) a 15Z8time (CPO a1543

Lit e r a r y w a r r ant (CPr) a1547Sequence of facets (CPI) a15ZSpati al contiguity (CP!) a1544Wall-picture (CpO a1524Whole-organ-constituent (CpO a1525

Private time (2P) Z3CProblems

in co mrnon Personalityisolates (CPI) ay

Pronouncibility (CMI) p1Public time (ZP) Z3BPunctuation mark (ZP) 7927Pure notation

Canon of (CPI) a14761Purity (CMI) a73

Quasiclass (ZP) 17isolate (ZP) 397

Ranganathan system (ZP) 77RRationalness (CMI) s44Reading room collection (ZP) 7857Reciprocity (CMl) b36Relative number (ZP) 717

Index

RelativityCanon of (CPr) a1473

RelevanceCanon of (CPI) a149i3

Relevant sequenceCanon of (CPI) a14916

ReticenceCanon of (CP!) a146Z

Reversibility (CMII b35Rigidity (CMI) aF4

Round (2P) 221Rules (CP!) a17

Schedule (2P) 8AUXiliary (2P) 83Multiple (2P) 82Single (2P) 81

Scheduled mnemonicsCanon of (CPI) a14752Isolates by (2P) 386

Sea-board division (2P) 24ESecond fundamental law (CP!) a12ZSecondary colection (2P) 7852Semantic level (ZP) 698Seminal mnemonics

Canon for (CPI) 14753Isolates by (2P) 387

Separability (CMI) a45Sequence (2P) 92

ofenumerated isolates

Principle of (CPI) a154facets

Principle of (CPI) a152Significant digit (2P) 7932Single schedule (ZP) 81Size

Collection number by (ZP) 781Sought link (ZP) 54Space (2P) Z4

First level (2P) 241isolate

Posteroirising (2P) 344Second level (2P) Z42

Spatial contiguityPrinciple of (CPI) a1544

Special isolate (2P) 31Specials (ZP) 216Specials I< systems (2P) 215Spencer (ZP) 9F M6Stability (CM!) bnStructure (ZP) 798

Faceted (ZP) 7982Monolithic (ZP) 7981

Subjectdevice (CP!) ai85

Isolate by (2P) 385division (ZP) 24Bterm (ZP) 61

Subordinateclasses

Canon of (CPr) a1431isolate (ZP) 361

Subordinatenes s (C MIl aB1Substantive digit (ZP) 7931Superimosed isolate (ZP) 353

Order 1 (2P) 3531Order 2 (ZP) 353Z

75

Index

Super-imposition (CPI) a1893Supplement number (ZP) 776Systems (ZP) H7

of classification (ZP) AAnalytico synthetic (ZP) A3Enumerative (ZP) Ai

Telescoped-array (ZP) 47facet (ZP) Z88

Telescoping point (ZP) Z88, (ZP) 48Term (ZP) 6

Array isolate (ZP) 643Canons for (CPl) a14bComposite (ZP) 696Fundamental (ZP) 697Isolate (ZP) 63Subject (ZP) 61

Third fundamental law (CPI) aU3Time (ZP) Z3

First level (ZP) Z31isolate

Posteriorising (ZP) 343Second level (ZP) l3Z

Tolerance (CMl) aU

/

16

RANGANATHAN

Transferredclass (ZP) 185isolate (lP) 3958

Transformation (CEl) p3Transitiveness (CMI) b34Trichotomic knowledge (ZP) 9F3Truncated isolate (ZP) 4Z

Order 1 (ZP) 421Order 2 (2P) 422Order 3 (2P) 423

Unaesthetic (CMI) r56Undefined (C MI) a66Unifocal facet (lP) 2841Uniqueness (CM!) aA1Unit time (2P) 23FUnsought link (2P) 544Upper link (ZP) 5UUse

Collection number by (ZP) 785

Vacant facet (2P) Z81Value

Cardinal (2P) 7970of digit (ZP) 797Ordinal (2P) 7971

Verbalmnemonics

Canon of {CPI) a14751plane (ZP) szs

Versatility (CMI) s76Vertical stroke (ZP) 7926Vinculam (2P) 7924Visibility (C MI) 925Volume number (2P) 775

Wall-picture principle (CPI) ai524Weak physique collection

number (lP) 78ZZWhole_organ_constituent principle

(CPt) a1525Worn -o ut collection number

(2P) 7824

Year number (lP) 773

Zone (lP) 44First (ZP) 441Fourth (ZP) 444Second (2P) 442Third (2P) 443

An lib sc